Use the Huntington-Hill method to apportion nine seats among State X, State Y, and State Z....

 

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Use the Huntington-Hill method to apportion nine seats among State X, State Y, and State Z. The populations of the states are state X, 4.0 million; State Y, 6.5 million; and State Z, 5.2 million. Begin by giving one representative to each state. List the order in which the representatives are apportioned. Use the Huntington-Hill method to apportion eleven seats among State P, State Q. and State R. The populations of the states are State P, 0.75 million; State Q. 1.2 million; and State R, 1.5 million. Begin by giving one representative to each state. List the order in which the representatives are apportioned. Use the Huntington-Hill method to apportion nine seats among State X, State Y, and State Z. The populations of the states are state X, 4.0 million; State Y, 6.5 million; and State Z, 5.2 million. Begin by giving one representative to each state. List the order in which the representatives are apportioned. Use the Huntington-Hill method to apportion eleven seats among State P, State Q. and State R. The populations of the states are State P, 0.75 million; State Q. 1.2 million; and State R, 1.5 million. Begin by giving one representative to each state. List the order in which the representatives are apportioned.